Mathematics and its Applications Seminar
Maarten de Hoop
Purdue University
Construction, computation, and properties of solutions of the acoustic and elastic wave equations with coefficients of limited smoothness
Abstract: In this talk, we discuss a program concerning the construction, computation, and properties of solutions of evolution and wave equations using techniques from harmonic analysis and
applications. Localization in phase space, following the dyadic parabolic decomposition leading to a multi-scale approach, plays a central role. Joint research with S. Holman, H. Smith,
G. Uhlmann, A. Vasy and H. Wendt.
Wednesday March 28, 2012 at 4:00 PM in SEO 1227